• LfunctionsAndModularFormsV
• acknowledgement

Describe LfunctionsAndModularFormsV/acknowledgement here.

Software

• Python http://www.python.org

• Flask + Jinja: http://flask.pocoo.org/ + http://jinja.pocoo.org/

• MongoDB + pymongo http://www.mongodb.org

• Sage - of course: http://www.sagemath.org

• Mercurial: http://mercurial.selenic.com

• NTL: http://www.shoup.net/ntl/

• PARI: http://pari.math.u-bordeaux.fr/

• Magma: http://magma.maths.usyd.edu.au/magma/

• eclib: https://code.google.com/p/eclib/

Hosting

• William Stein's NSF-funded cluster at University of Washington.

• Google: http://code.google.com

Elliptic Curves

• The data was computed by John Cremona, William Stein and Mark Watkins
• For small conductors most of the data is a lot older

• Software used: Cremona's eclib library (which uses NTL and the PARI library), including mwrank, and Simon's 2-descent gp script (ellQ). Modular degrees by Watkins's sympow (and independently by Cremona for conductors to about 50000). Generators for many rank 1 curves from Magma using the HeegnerPoint function written by Watkins following development by Watkins, Delaunay and Cremona. Isogenies from eclib, sympow and Sage. Integral points from Sage (NB the implementation has bugs so some of these are missing).

Hilbert modular forms

• The data was computed by Steve Donnelly and John Voight. Donnelly used computing a cluster hosted by Magma; Voight used the Vermont Advanced Computing Cluster.
• For QQ(sqrt(5)), some of the data had already been computed by Lassina Dembele.
• The algorithms used were implemented in Magma by Lassina Dembele, Steve Donnelly, Matthew Greenberg, Markus Kirschmer, Nicole Sutherland, and John Voight.
• John Cremona and John Voight developed the web interface.